[求助]同轴圆柱的计算系数设置

请问当采用UPML计算时，同轴圆柱的计算参数的设置时下面哪种对呀？ +t}<e(  
第一种，不考虑ex,ey,ez,hx,hy,hz的在YEE网格上的变化 @T)>akEOt  
for i=15:36 ZG)6
{WS  
for j=1:jh_tot eb7~\|9l1i  
for k=1:kh_tot Kgb<uXk  
if ((j-js)^2+(k-ks)^2)<=4 {jo"@&2S  
     E[M.q;rM  
C1ex(i,j,k)=C1(2);     gsVm)mkd  
C2ex(i,j,k)=C2(2); lFD/hz7lc  
C3ex(i,j,k)=C3(2); ew1bb K>  
C4ex(i,j,k)=C4(2); #Kt5+"+7  
C5ex(i,j,k)=C5(2); $o^N_`l  
C6ex(i,j,k)=C6(2); 5Eu`1f?  
[t"#4[  
C1ey(i,j,k)=C1(2); BV eIj }  
C2ey(i,j,k)=C2(2); S<>u  
C3ey(i,j,k)=C3(2); N[wyi&m4  
C4ey(i,j,k)=C4(2); UB7C

,:"  
C5ey(i,j,k)=C5(2); ^K[[:7Aem  
C6ey(i,j,k)=C6(2); Q#}c5TjVr  
~"22X`;h[G  
C1ez(i,j,k)=C1(2); _F3= H]P  
C2ez(i,j,k)=C2(2); !uN_<!  
C3ez(i,j,k)=C3(2); D`NQEt"(  
C4ez(i,j,k)=C4(2); `sM^m`yE  
C5ez(i,j,k)=C5(2); 7vEZb.~4z  
C6ez(i,j,k)=C6(2); %$=}ePD  
%i@Jw  
D1hx(i,j,k)=D1(2); a3^({;k!0  
D2hx(i,j,k)=D2(2); &NK6U  
D3hx(i,j,k)=D3(2); yTh60U  
D4hx(i,j,k)=D4(2); !==C@cH<N  
D5hx(i,j,k)=D5(2); )P9&I.a8  
D6hx(i,j,k)=D6(2); `.YMbj#T  
 &W? hCr  
D1hy(i,j,k)=D1(2); #$v,.Yk  
D2hy(i,j,k)=D2(2); 7F8>w 7Y]  
D3hy(i,j,k)=D3(2); M][Zu[\*  
D4hy(i,j,k)=D4(2); GL3olKnL  
D5hy(i,j,k)=D5(2); =EUi|T4:  
D6hy(i,j,k)=D6(2); ?Bsc;:KF  
=:Lc-y>  
D1hz(i,j,k)=D1(2); A~#w gLGn  
D2hz(i,j,k)=D2(2); `:5W1D(  
D3hz(i,j,k)=D3(2); qQe23,x@5  
D4hz(i,j,k)=D4(2); $-M
'  
D5hz(i,j,k)=D5(2); s3oQ( wC %  
D6hz(i,j,k)=D6(2); 'Ug-64f>  
end MXynv";<H  
end y5N,~@$r  
end v}&J*}_XZ  
end XZ_vbYTj  
第二种是考虑yee网格上ex,ey,ez,hx,hy,hz的结构上的不同 9`5qVM1O{  
for i=15:36 T4x[ \v5d  
for j=1:jh_tot 5Cl;h^R|m  
for k=1:kh_tot q[TW  
if ((j-js+0.5)^2+(k-ks)^2)<=4     %ey有半个网格之差 RaAvPIJa |  
C1ey(i,j,k)=C1(2); #&&  
C2ey(i,j,k)=C2(2); N>',[4pJ|  
C3ey(i,j,k)=C3(2); O*PJr[Zou  
C4ey(i,j,k)=C4(2); rM)-$dZ  
C5ey(i,j,k)=C5(2); JV;-P=o1B  
C6ey(i,j,k)=C6(2); *+>Q
KR7  
end )k&!&  
if ((j-js)^2+(k-ks+0.5)^2)<=4 RhI>Ak;-  
C1ez(i,j,k)=C1(2); p"o_0{8  
C2ez(i,j,k)=C2(2); YHI@Cj  
C3ez(i,j,k)=C3(2); )}4xmf@gl  
C4ez(i,j,k)=C4(2); e18}`<tW-  
C5ez(i,j,k)=C5(2); 5+Hw @CY3  
C6ez(i,j,k)=C6(2); ;1>)p x**  
end i`EG80\[Z  
if ((j-js+0.5)^2+(k-ks+0.5)^2)<=4 jmva0K},SE  
D1hx(i,j,k)=D1(2); E(0[/N~  
D2hx(i,j,k)=D2(2); fC!+"g55  
D3hx(i,j,k)=D3(2); +t<'{KZ7;  
D4hx(i,j,k)=D4(2); {WN??eys,  
D5hx(i,j,k)=D5(2); <amdPo+2D  
D6hx(i,j,k)=D6(2); xkmqf7w  
end |Whkq/Zg  
end )r
6d3-p1  
end 2qDVAq^@  
end K6e_RzP,.w  
for i=15+1:36+1       ex有1个网格之差 =l1O9/\9  
for j=1:jh_tot Ui05o7xg~p  
for k=1:kh_tot 0 A6%!h  
if ((j-js)^2+(k-ks)^2)<=4
o|c%uw  
C1ex(i,j,k)=C1(2);     $s!2D"wl n  
C2ex(i,j,k)=C2(2); n]snD1?KX  
C3ex(i,j,k)=C3(2); Lb%:u5X\D@  
C4ex(i,j,k)=C4(2); 5hE mXZ%  
C5ex(i,j,k)=C5(2); zn/b\X/  
C6ex(i,j,k)=C6(2); $qfNEAmDf\  
end h
V[=  
if ((j-js+0.5)^2+(k-ks)^2)<=4 [h~#5x  
D1hz(i,j,k)=D1(2); (
-esUOB.  
D2hz(i,j,k)=D2(2); v>p}f"$`  
D3hz(i,j,k)=D3(2); 2JLXDkZ  
D4hz(i,j,k)=D4(2); {%XDr,myd  
D5hz(i,j,k)=D5(2); "78BApjWT6  
D6hz(i,j,k)=D6(2); ec"+Il  
end k+y>xI,  
if ((j-js)^2+(k-ks-0.5)^2)<=4 c~{)vL0K  
#~:@H&f790  
D1hy(i,j,k)=D1(2); DT>Gi
ic  
D2hy(i,j,k)=D2(2); S'%!KGVe  
D3hy(i,j,k)=D3(2); LLW xzu!<  

t^(wbC  

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